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0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,53.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
53.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
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72%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.333333333333%,97.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur153757 1.25s linear infinite forwards;
}
